public TgcPortalRenderingConnection(TgcPortalRenderingPortal portal, TgcPortalRenderingCell nextCell, TgcConvexPolygon polygon, Plane plane)
{
this.portal = portal;
this.nextCell = nextCell;
this.polygon = polygon;
this.plane = plane;
}
/// <summary>
/// Cargar información de PortalRendering
/// </summary>
public TgcPortalRenderingManager loadFromData(TgcScene scene, TgcPortalRenderingData portalRenderingData)
{
TgcPortalRenderingManager manager = new TgcPortalRenderingManager(scene);
//Crear dictionary de nombres de los meshes
Dictionary<string, TgcMesh> meshDictionary = new Dictionary<string, TgcMesh>();
foreach (TgcMesh mesh in scene.Meshes)
{
meshDictionary.Add(mesh.Name, mesh);
}
//Cargar celdas
foreach (TgcPortalRenderingCellData cellData in portalRenderingData.cells)
{
//Crear cuerpo Convexo
TgcConvexPolyhedron convexPoly = new TgcConvexPolyhedron();
convexPoly.Planes = new Plane[cellData.facePlanes.Length / 4];
for (int i = 0; i < convexPoly.Planes.Length; i++)
{
convexPoly.Planes[i] = new Plane(
cellData.facePlanes[i * 4],
cellData.facePlanes[i * 4 + 1],
cellData.facePlanes[i * 4 + 2],
cellData.facePlanes[i * 4 + 3]
);
}
convexPoly.BoundingVertices = new Vector3[cellData.boundingVertices.Length / 3];
for (int i = 0; i < convexPoly.BoundingVertices.Length; i++)
{
convexPoly.BoundingVertices[i] = new Vector3(
cellData.boundingVertices[i * 3],
cellData.boundingVertices[i * 3 + 1],
cellData.boundingVertices[i * 3 + 2]
);
}
//Crear celda
TgcPortalRenderingCell cell = new TgcPortalRenderingCell(cellData.name, convexPoly);
manager.Cells.Add(cell);
//Cargar meshes en celda
for (int i = 0; i < cellData.meshes.Length; i++)
{
TgcMesh mesh = meshDictionary[cellData.meshes[i]];
cell.Meshes.Add(mesh);
}
}
//Cargar portales
foreach (TgcPortalRenderingPortalData portalData in portalRenderingData.portals)
{
//BoundingBox del portal
TgcBoundingBox boundingBox = new TgcBoundingBox(
new Vector3(portalData.pMin[0], portalData.pMin[1], portalData.pMin[2]),
new Vector3(portalData.pMax[0], portalData.pMax[1], portalData.pMax[2])
);
//Crear portal
TgcPortalRenderingPortal portal = new TgcPortalRenderingPortal(portalData.name, boundingBox);
manager.Portals.Add(portal);
//Cargar conexiones para celdas A y B
TgcPortalRenderingCell cellA = manager.Cells[portalData.cellA];
TgcPortalRenderingCell cellB = manager.Cells[portalData.cellB];
//Poligono del portal para la celda A
TgcConvexPolygon polygonA = new TgcConvexPolygon();
polygonA.BoundingVertices = new Vector3[portalData.boundingVerticesA.Length / 3];
for (int i = 0; i < polygonA.BoundingVertices.Length; i++)
{
polygonA.BoundingVertices[i] = new Vector3(
portalData.boundingVerticesA[i * 3],
portalData.boundingVerticesA[i * 3 + 1],
portalData.boundingVerticesA[i * 3 + 2]
);
}
//Plano del portal para la celda A
Plane planeA = TgcParserUtils.float4ArrayToPlane(portalData.planeA);
//Crear conexion A
TgcPortalRenderingConnection connectionA = new TgcPortalRenderingConnection(portal, cellB, polygonA, planeA);
cellA.Connections.Add(connectionA);
//Poligono del portal para la celda B
TgcConvexPolygon polygonB = new TgcConvexPolygon();
polygonB.BoundingVertices = new Vector3[portalData.boundingVerticesB.Length / 3];
for (int i = 0; i < polygonB.BoundingVertices.Length; i++)
{
polygonB.BoundingVertices[i] = new Vector3(
portalData.boundingVerticesB[i * 3],
portalData.boundingVerticesB[i * 3 + 1],
portalData.boundingVerticesB[i * 3 + 2]
);
}
//Plano del portal para la celda B
Plane planeB = TgcParserUtils.float4ArrayToPlane(portalData.planeB);
//Crear conexion B
TgcPortalRenderingConnection connectionB = new TgcPortalRenderingConnection(portal, cellA, polygonB, planeB);
cellB.Connections.Add(connectionB);
}
return manager;
}
/// <summary>
/// Recorta el portal en base al frustum.
/// Este método se realiza haciendo un clipping del Frustum contra la cara del portal.
/// El recorte se hace en 3D.
/// Existen técnicas más eficientes para realizar el clipping en 2D, utilizando la proyección del BoundingBox del portal.
/// Ver Capítulo 13 - Portal Rendering, del libro Core Techniques and Algorithms in Game Programming, para optimizar la estrategia.
/// </summary>
private Vector3[] doPortalClipping(Plane[] frustumPlanes, TgcConvexPolygon portalPoly)
{
Vector3[] clippedPortalVerts = portalPoly.BoundingVertices;
foreach (Plane plane in frustumPlanes)
{
//Clipping con algoritmo de Sutherland-Hodgman
if (!TgcCollisionUtils.clipConvexPolygon(clippedPortalVerts, plane, out clippedPortalVerts))
{
return null;
}
}
return clippedPortalVerts;
}
